Logo

Applied Strength of Materials for Engineering Technology

Small book cover: Applied Strength of Materials for Engineering Technology

Applied Strength of Materials for Engineering Technology
by

Publisher: Purdue University
Number of pages: 161

Description:
Contents: Introduction to Strength of Materials; Stress and Strain; Poisson's Ratio and Thermal Expansion; Pressure Vessels and Stress Concentrations; Bolted and Welded Joints; Torsion in Round Shafts; Beam Reactions, Shear Diagrams, and Moment Diagrams; Stresses in Beams; Beam Deflection; Beam Design; Combined Stresses; Statically Indeterminate Beams; Buckling of Columns.

Download or read it online for free here:
Download link
(1.7MB, PDF)

Similar books

Book cover: Introduction to Continuum MechanicsIntroduction to Continuum Mechanics
by - New Mexico Tech
The textbook develops the subject of continuum mechanics from the point of view of an applied physicist with interests in geophysics and astrophysics. The basic subjects covered are central to the full spectrum of applications of continuum mechanics.
(9113 views)
Book cover: Mechanics of Solids and FractureMechanics of Solids and Fracture
by - Bookboon
Contents: Stress And Strain; Linear Elastic Stress-Strain Relations; Circular Plates; Fundamentals For Theory Of Elasticity; Linear Elastic Stress Field In Cracked Bodies; Plastic Deformation Around A Crack Tip; Crack Growth...
(10317 views)
Book cover: Applied Mechanics of SolidsApplied Mechanics of Solids
by - CRC Press
This text summarizes the physical laws, mathematical methods, and computer algorithms that are used to predict the response of materials and structures to mechanical or thermal loading. It is intended for advanced undergraduate or graduate students.
(8386 views)
Book cover: Continuum MechanicsContinuum Mechanics
by - ContinuumMechanics.org
This text presents the principles of finite deformation continuum mechanics with many example applications to metals and incompressible viscoelastic materials (rubber). It can serve as lecture notes for a graduate level course in continuum mechanics.
(7270 views)